We construct bounded Poincaré operators for twisted complexes and BGG
co...
We develop in this work the first polytopal complexes of differential fo...
In this paper, we present a nonlinear version of the linear elasticity
(...
In this paper, we provide a systematic discretization of the
Bernstein-...
The report is based on an extended abstract for the MFO workshop "Hilber...
We investigate discretization of H(curl) and H(div) in
two and three spa...
We investigate some Bernstein-Gelfand-Gelfand (BGG) complexes on bounded...
We develop structure-preserving finite element methods for the
incompres...
We investigate numerical solutions of high order curl problems with vari...
We construct conforming finite element elasticity complexes on the Alfel...
We construct finite element Stokes complexes on tetrahedral meshes in
th...
We construct finite element methods for the magnetohydrodynamics (MHD) s...
This paper is concerned with the derivation and properties of differenti...
We construct smooth finite element de Rham complexes in two space dimens...
We develop a theory of Finite Element Systems, for the purpose of
discre...
We consider spline functions over simplicial meshes in R^n. We
assume th...